cell wall and DNA
A 2-d shape is a two dimensional shape meaning it is flat.
The area of a shape does not provide enough information to determine its dimensions. First of all, there is no reason to assume that the area is rectangular in shape. Second, even if it were rectangular, it could be square or extremely long and very narrow.
pi r^2 h is used to determine the volume of a cylinder because when determing the area of a shape you first have to determine the area of the the base of the object and then multiply it by the height. The base of a cylinder is a circle and to find the area of a circle you use pi r^2 and hence the reason why pi r^2 is used to find the volume of the cylinder.
A 2-D shape is a shape that does not pop out.
It is a circular shape with 3 faces and 2 edges.
size, and shape
Factors: elasticity and shape of the object
the two factors r they are colder then the others
symmetry means a line that can go through a shape making 2 parts which are the same.
barman curls -2
To determine the fraction represented by the shaded part of a model, first identify the total number of equal parts in the model and the number of shaded parts. The fraction can be expressed as the number of shaded parts over the total number of parts. For example, if there are 4 total parts and 2 are shaded, the fraction would be 2/4, which simplifies to 1/2.
You may have heard of "bacteria" already. In the general population, people refer to "bacteria" as meaning"one bacteria" or "many bacteria". However, this is incorrect. In microbiology, the term "bacteria" means many, while the term "bacterium" refers to a single bacterium. Simply; 1=bacterium while 2 or more= bacteria
You may have heard of "bacteria" already. In the general population, people refer to "bacteria" as meaning"one bacteria" or "many bacteria". However, this is incorrect. In microbiology, the term "bacteria" means many, while the term "bacterium" refers to a single bacterium. Simply; 1=bacterium while 2 or more= bacteria
Mycobacterium Smegmatis is a bacilli bacteria. It is rod shaped.
Range roughly from 1/2 to 5 microns (micrometers).
The formula for determining the number of diagonals in a shape is n(n-3)/2 where n=vertices, (corners or intersections of geometric shapes). For an eight sided shape we replace n with 8. 8(8-3)/2 8(5)/2 (8x5)/2 40/2=20 An octagon contains 20 diagonals. For a further example we can determine the diagonals in a shape with 5 sides: 5(5-3)/2 5(2)/2 (5x2)/2 10/2=5 A Pentagon contains 5 diagonals.
The number of units in a shape depends on its specific dimensions and the measurement system being used. For example, a square with each side measuring 2 units has an area of 4 square units. To determine the number of units in a shape, you need to know the shape's area or volume based on its dimensions.